\begin{tabular}{p{5cm}l|cc|c}

\multicolumn{5}{l}{\textbf{Mob responding to [observation / suspicion] of crime could happen in my village.}} \\ \hline
 & & Women (N = 543) &  Men (N = 465) & \textit{Estimated gender gap:}\\ \hline
Suspect was observed (N = 529) & & 1.91 &  1.797 & +0.113\\ 
Suspect was accused (N = 479) & & 1.847 &  1.888 & -0.041\\ \hline
\textit{Estimated prime effect:} & & -0.063 &  +0.092 & -0.154\\ \hline \\

\multicolumn{5}{l}{\textbf{Mob targeting [perpetrator / accused] could happen in my village.}} \\ \hline
 & & Women (N = 543) &  Men (N = 465) & \textit{Estimated gender gap:}\\ \hline
Suspect described as `perpetrator' (N = 535) & & 1.833 &  1.763 & +0.07\\ 
Suspect described as `accused' (N = 473) & & 1.931 &  1.934 & -0.003\\ \hline
\textit{Estimated prime effect:} & & +0.098 &  +0.171** & -0.073\\ \hline \\

\multicolumn{5}{l}{\textbf{Mob instigated by [bystander / victim] could happen in my village.}} \\ \hline
 & & Women (N = 543) &  Men (N = 465) & \textit{Estimated gender gap:}\\ \hline
Bystander instigates mob (N = 501) & & 1.904 &  1.786 & +0.118\\ 
Victim instigates mob (N = 507) & & 1.855 &  1.89 & -0.035\\ \hline
\textit{Estimated prime effect:} & & -0.049 &  +0.103 & -0.152\\ \hline \\

\multicolumn{5}{l}{\textbf{Mob could happen when all three primes [reduce / heighten] false accusation risk}} \\ \hline
 & & Women (N = 149) &  Men (N = 128) & \textit{Estimated gender gap:}\\ \hline
All three primes reduce risk of false accusation (N = 149) & & 1.929 &  1.677 & +0.252*\\ 
All three primes heighten risk of false accusation (N = 128) & & 1.8 &  2.079 & -0.279\\ \hline
\textit{Estimated prime effect:} & & -0.129 &  +0.402** & -0.531**\\ \hline \\

\end{tabular}
